I analyze a quiet-Sun magnetogram with an orthogonal wavelet transform
, which allows me to define an entropy measure. The entropy measure of
the magnetogram as a function of spatial scale obeys a scaling law, w
hich leads to a fractal dimension of D-f = 1.7. Furthermore, the entro
py scaling law is directly related to the intermittency of magnetic fe
atures, which increases for decreasing spatial scales, as expected for
a turbulent signal. In this context, the scaling law parameter can be
interpreted as a fractional reduction in volume from one step of the
turbulent cascade to the next.